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)
| Product Number | 4656-3-3J |
| Synonyms | 2-{[(4-Fluorophenyl)methyl](methyl)amino}ethanol |
| CAS | 2248-70-6 |
| MDL Number | MFCD14646020 |
| Molecular Formula | C10H14FNO |
| Molecular Weight | 183.226 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory